Locating noise-dominated data in quadrant 0
    : Time   totcounts   fraction
    : 413121967.0  2387  0.811
    : 413122157.0  2061  0.772
    : 413123084.0  2165  0.838
    : 413123093.0  2020  0.825
    : 413123102.0  2200  0.804
    : 413123119.0  2104  0.814
    : 413123120.0  2444  0.862
    : 413123135.0  2238  0.806
    : 413123138.0  2264  0.837
    : 413123141.0  2064  0.835
    : 413123225.0  2089  0.804
    : 413123234.0  2867  0.916
    : 413123236.0  2019  0.830
    : 413123422.0  4132  0.971
    : 413123680.0  2365  0.888
    : 413123681.0  2199  0.885
    : 413123688.0  2060  0.818
    : 413123689.0  2262  0.857
    : 413123690.0  3398  0.929
    : 413123692.0  2674  0.896
    : 413123896.0  2399  0.855
    : 413123928.0  2191  0.883
    : 413123929.0  2041  0.861
    : 413123935.0  2491  0.867
    : 413123937.0  2265  0.851
    : 413123966.0  2877  0.861
    : 413123967.0  2531  0.924
    : 413123988.0  2348  0.886
    : 413123990.0  2526  0.897
    : 413123991.0  2814  0.931
    : 413123992.0  3020  0.944
    : 413123993.0  2448  0.941
    : 413123994.0  2374  0.964
    : 413123995.0  2613  0.936
    : 413123997.0  2153  0.854
    : 413123998.0  2011  0.863
    : 413123999.0  2441  0.857
    : 413124001.0  2845  0.890
    : 413124002.0  2695  0.925
    : 413124003.0  2034  0.915
    : 413124005.0  2214  0.835
    : 413124006.0  2036  0.853
    : 413124008.0  2066  0.828
    : 413124009.0  2587  0.879
    : 413124010.0  2653  0.884
    : 413124011.0  2099  0.849
    : 413124012.0  2089  0.866
    : 413124014.0  2318  0.849
    : 413124015.0  2154  0.853
    : 413124017.0  3161  0.920
    : 413124055.0  3716  0.901
    : 413124056.0  3302  0.954
    : 413124121.0  2459  0.833
    : 413124142.0  3082  0.901
    : 413124144.0  2210  0.868
    : 413124146.0  2668  0.863
    : 413124147.0  2499  0.870
    : 413124148.0  2733  0.896
    : 413124168.0  2444  0.845
    : 413124187.0  2257  0.842
    : 413124231.0  2781  0.866
    : 413124258.0  2069  0.824
    : 413124259.0  2268  0.854
    : 413124261.0  2504  0.889
    : 413124265.0  2246  0.827
    : 413124950.0  2166  0.864
    : 413125507.0  2755  0.865
    : 413125508.0  2933  0.912
    : 413125509.0  3639  0.961
    : 413125511.0  2749  0.903
    : 413125983.0  4000  0.944
    : 413125985.0  2311  0.901
    : 413125987.0  3342  0.941
    : 413125988.0  2570  0.932
    : 413125989.0  2030  0.923
    : 413125990.0  2242  0.894
    : 413125991.0  2503  0.867
    : 413125994.0  2647  0.912
    : 413125995.0  2933  0.967
    : 413125996.0  2667  0.949
    : 413125997.0  2578  0.941
    : 413125999.0  2186  0.920
    : 413126000.0  3878  0.956
    : 413126002.0  3312  0.969
    : 413126003.0  2557  0.965
    : 413126004.0  2610  0.970
    : 413126005.0  2669  0.973
    : 413126006.0  2107  0.947
    : 413126008.0  2924  0.964
    : 413126009.0  2361  0.969
    : 413126010.0  2258  0.928
    : 413126011.0  2678  0.937
    : 413126012.0  2560  0.955
    : 413126014.0  3351  0.909
    : 413126015.0  2044  0.911
    : 413126016.0  2774  0.914
    : 413126017.0  2564  0.922
    : 413126018.0  2329  0.922
    : 413126019.0  2051  0.953
    : 413126020.0  2784  0.947
    : 413126021.0  2776  0.939
    : 413126022.0  2801  0.949
    : 413126023.0  2605  0.936
    : 413126024.0  2223  0.938
    : 413126025.0  2103  0.902
    : 413126026.0  3293  0.948
    : 413126027.0  2449  0.915
    : 413126029.0  2674  0.905
    : 413126030.0  2637  0.945
    : 413126031.0  2777  0.933
    : 413126032.0  2979  0.950
    : 413126033.0  2247  0.954
    : 413126034.0  2853  0.953
    : 413126043.0  2199  0.820
    : 413126044.0  3078  0.931
    : 413126045.0  2541  0.944
    : 413126046.0  3265  0.953
    : 413126049.0  2605  0.944
    : 413126050.0  2790  0.949
    : 413126051.0  2232  0.943
    : 413126052.0  2705  0.942
    : 413126053.0  2585  0.945
    : 413126054.0  3040  0.970
    : 413126056.0  3729  0.954
    : 413126057.0  2200  0.957
    : 413126058.0  2640  0.939
    : 413126059.0  2586  0.932
    : 413126060.0  2245  0.965
    : 413126061.0  2402  0.945
    : 413126062.0  2413  0.947
    : 413126063.0  2027  0.922
    : 413126064.0  2450  0.952
    : 413126066.0  2873  0.928
    : 413126068.0  2978  0.912
    : 413126069.0  2258  0.933
    : 413126070.0  2205  0.947
    : 413126071.0  2639  0.920
    : 413126072.0  2294  0.923
    : 413126073.0  2139  0.916
    : 413126074.0  2765  0.903
    : 413126076.0  2966  0.941
    : 413126077.0  2253  0.931
    : 413126078.0  2341  0.935
    : 413126079.0  2259  0.907
    : 413126080.0  2269  0.889
    : 413126081.0  2776  0.943
    : 413126082.0  2327  0.948
    : 413126083.0  2466  0.938
    : 413126084.0  2161  0.950
    : 413126085.0  3319  0.958
    : 413126087.0  4341  0.931
    : 413126088.0  2246  0.965
    : 413126089.0  2641  0.971
    : 413126090.0  2720  0.972
    : 413126091.0  2611  0.966
    : 413126092.0  2710  0.966
    : 413126094.0  3438  0.965
    : 413126095.0  2641  0.975
    : 413126096.0  2305  0.964
    : 413128237.0  2320  0.856
    : 413128238.0  2005  0.820
    : 413128239.0  2119  0.815
    : 413128367.0  2195  0.795
    : 413128406.0  2672  0.853
    : 413128414.0  2335  0.801
    : 413128415.0  2322  0.867
    : 413128419.0  2210  0.787
    Total number of 1 second bins: 7334
    Bins with >0 counts          : 5212
    Bins with >2000 counts       : 167
    167 of 167 high count rate bins were dominated by noise
    Noise dominated 2.28% of total time, 3.20% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 1
    : Time   totcounts   fraction
    : 413122269.0  2539  0.835
    : 413122443.0  3709  0.893
    : 413122753.0  2170  0.803
    : 413123362.0  2299  0.856
    : 413123363.0  2901  0.935
    : 413124608.0  2521  0.868
    : 413128797.0  2366  0.817
    : 413128800.0  2385  0.850
    : 413128801.0  2472  0.833
    : 413128806.0  2234  0.846
    Total number of 1 second bins: 7334
    Bins with >0 counts          : 5212
    Bins with >2000 counts       : 10
    10 of 10 high count rate bins were dominated by noise
    Noise dominated 0.14% of total time, 0.19% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 2
    : Time   totcounts   fraction
    : 413121967.0  2770  0.890
    : 413121968.0  2190  0.908
    : 413121969.0  2211  0.884
    : 413121970.0  2001  0.808
    : 413122260.0  3388  0.897
    : 413122646.0  4215  0.919
    : 413122647.0  3224  0.966
    : 413122648.0  2750  0.973
    : 413122649.0  2827  0.990
    : 413122651.0  2528  0.913
    : 413124151.0  3649  0.900
    : 413124153.0  2265  0.839
    : 413124154.0  2572  0.898
    : 413125082.0  2093  0.808
    : 413125092.0  2028  0.819
    : 413125100.0  2279  0.852
    : 413125104.0  2223  0.839
    : 413125217.0  2816  0.886
    : 413125218.0  2457  0.870
    : 413125220.0  2480  0.874
    : 413125224.0  2655  0.929
    : 413125225.0  2746  0.945
    : 413125227.0  2236  0.885
    : 413125228.0  2976  0.895
    : 413125230.0  3250  0.899
    : 413125231.0  2276  0.929
    : 413125234.0  2610  0.921
    : 413125237.0  2225  0.859
    : 413128237.0  4183  0.950
    : 413128239.0  2201  0.913
    Total number of 1 second bins: 7334
    Bins with >0 counts          : 5212
    Bins with >2000 counts       : 30
    30 of 30 high count rate bins were dominated by noise
    Noise dominated 0.41% of total time, 0.58% of detector on time (defined as non-zero counts)


Locating noise-dominated data in quadrant 3
    : Time   totcounts   fraction
    : 413121988.0  2450  0.873
    : 413122035.0  2130  0.751
    : 413122037.0  2770  0.856
    : 413122039.0  2294  0.871
    : 413122056.0  2174  0.840
    : 413122064.0  2349  0.814
    : 413122171.0  2064  0.842
    : 413122204.0  2084  0.885
    : 413122304.0  2206  0.821
    : 413122316.0  2077  0.807
    : 413122350.0  2524  0.853
    : 413122444.0  2885  0.857
    : 413122459.0  2033  0.811
    : 413122476.0  2011  0.807
    : 413122481.0  2384  0.851
    : 413122482.0  2009  0.836
    : 413122502.0  2587  0.844
    : 413122718.0  2319  0.828
    : 413122721.0  2162  0.852
    : 413122770.0  2891  0.885
    : 413122829.0  2178  0.802
    : 413122830.0  3305  0.948
    : 413122841.0  3921  0.931
    : 413122870.0  2659  0.856
    : 413122889.0  2326  0.834
    : 413122891.0  2729  0.857
    : 413122905.0  3215  0.913
    : 413122910.0  2064  0.836
    : 413123012.0  2084  0.816
    : 413123014.0  2026  0.803
    : 413123021.0  3038  0.869
    : 413123026.0  2510  0.855
    : 413123029.0  2025  0.810
    : 413123087.0  2340  0.803
    : 413123089.0  2528  0.910
    : 413123109.0  2240  0.840
    : 413123153.0  3646  0.906
    : 413123155.0  2082  0.827
    : 413123157.0  2036  0.802
    : 413123158.0  2639  0.867
    : 413123159.0  2690  0.899
    : 413123161.0  2681  0.863
    : 413123175.0  2622  0.852
    : 413123176.0  2402  0.947
    : 413123180.0  2069  0.805
    : 413123181.0  2669  0.880
    : 413123183.0  2642  0.894
    : 413123184.0  2185  0.854
    : 413123185.0  2105  0.876
    : 413123186.0  2100  0.849
    : 413123187.0  2492  0.878
    : 413123188.0  2338  0.854
    : 413123189.0  2160  0.838
    : 413123192.0  2357  0.882
    : 413123194.0  3202  0.911
    : 413123222.0  2231  0.875
    : 413123224.0  2082  0.829
    : 413123227.0  2387  0.877
    : 413123228.0  2103  0.861
    : 413123229.0  2179  0.868
    : 413123232.0  2123  0.812
    : 413123233.0  2433  0.843
    : 413123241.0  3153  0.900
    : 413123242.0  2228  0.930
    : 413123244.0  2034  0.836
    : 413123247.0  2692  0.877
    : 413123256.0  2331  0.900
    : 413123297.0  3430  0.895
    : 413123298.0  2979  0.980
    : 413123314.0  4275  0.915
    : 413123320.0  2548  0.845
    : 413123322.0  2973  0.883
    : 413123327.0  2202  0.840
    : 413123328.0  2166  0.838
    : 413123331.0  2058  0.882
    : 413123366.0  2143  0.845
    : 413123367.0  2468  0.834
    : 413123396.0  3286  0.914
    : 413123440.0  3855  0.907
    : 413123490.0  2083  0.826
    : 413123621.0  2344  0.842
    : 413123632.0  2077  0.838
    : 413123636.0  2173  0.872
    : 413123641.0  2649  0.868
    : 413123648.0  2081  0.836
    : 413123658.0  2893  0.914
    : 413123659.0  2290  0.869
    : 413123667.0  3789  0.918
    : 413123670.0  2400  0.871
    : 413123734.0  3461  0.944
    : 413123850.0  2296  0.836
    : 413123853.0  2630  0.885
    : 413123880.0  2044  0.811
    : 413123881.0  2101  0.850
    : 413123882.0  2217  0.868
    : 413123889.0  3308  0.943
    : 413123890.0  2069  0.945
    : 413123922.0  2228  0.835
    : 413123933.0  2056  0.843
    : 413123941.0  2136  0.958
    : 413123942.0  4855  0.946
    : 413123968.0  2568  0.899
    : 413123971.0  5289  0.974
    : 413123975.0  4082  0.915
    : 413123977.0  2886  0.872
    : 413123979.0  2771  0.866
    : 413123981.0  3846  0.971
    : 413123984.0  2038  0.850
    : 413123999.0  2981  0.889
    : 413124017.0  4014  0.909
    : 413124357.0  2359  0.867
    : 413124451.0  2013  0.816
    : 413124470.0  2667  0.912
    : 413124484.0  3560  0.903
    : 413124486.0  2211  0.858
    : 413124914.0  2468  0.862
    : 413124915.0  2489  0.853
    : 413124925.0  2820  0.883
    : 413124926.0  2447  0.952
    : 413124927.0  2623  0.921
    : 413124928.0  3360  0.940
    : 413124929.0  2237  0.887
    : 413124949.0  4724  0.939
    : 413124957.0  3668  0.917
    : 413124977.0  2204  0.851
    : 413124985.0  2863  0.922
    : 413124994.0  2977  0.868
    : 413125005.0  2581  0.897
    : 413125006.0  2201  0.894
    : 413125037.0  2823  0.875
    : 413125044.0  4903  0.954
    : 413125046.0  2169  0.916
    : 413125051.0  2006  0.827
    : 413125053.0  2006  0.894
    : 413125268.0  2050  0.838
    : 413125269.0  2818  0.917
    : 413125274.0  2516  0.873
    : 413125367.0  2781  0.912
    : 413125369.0  3203  0.900
    : 413125388.0  3935  0.938
    : 413125390.0  2303  0.848
    : 413125512.0  2108  0.839
    : 413125514.0  2389  0.929
    : 413125553.0  2428  0.869
    : 413125576.0  2236  0.874
    : 413125603.0  2436  0.880
    : 413125604.0  2109  0.891
    : 413125636.0  2194  0.854
    : 413125647.0  2097  0.843
    : 413125649.0  2870  0.906
    : 413125650.0  3531  0.949
    : 413125651.0  3262  0.958
    : 413125653.0  2198  0.889
    : 413125654.0  3174  0.911
    : 413125726.0  2783  0.917
    : 413125728.0  3461  0.914
    : 413125729.0  2319  0.920
    : 413125961.0  2029  0.899
    : 413125964.0  2175  0.849
    : 413125968.0  3192  0.936
    : 413125973.0  2322  0.871
    : 413125974.0  2305  0.878
    : 413126046.0  5379  0.957
    : 413126082.0  3273  0.899
    : 413126083.0  2964  0.998
    : 413126084.0  2914  0.987
    : 413126085.0  2965  0.993
    : 413126086.0  2995  0.994
    : 413126087.0  2741  0.993
    : 413126088.0  2922  0.993
    : 413126089.0  2939  0.986
    : 413126090.0  2691  0.986
    : 413126091.0  2965  0.986
    : 413126092.0  2961  0.995
    : 413126093.0  2839  0.975
    : 413126094.0  2900  0.990
    : 413128237.0  2230  0.787
    : 413128239.0  2980  0.877
    : 413128241.0  2753  0.888
    : 413128250.0  2111  0.818
    : 413128524.0  2441  0.833
    : 413128680.0  3127  0.884
    : 413128682.0  2360  0.858
    : 413128683.0  2348  0.853
    : 413128684.0  2269  0.850
    : 413128685.0  2491  0.877
    : 413128686.0  2226  0.876
    : 413128690.0  2114  0.808
    : 413128703.0  2070  0.827
    : 413128705.0  2089  0.777
    : 413128707.0  3306  0.903
    : 413128771.0  2493  0.865
    : 413128772.0  2064  0.822
    : 413128780.0  2058  0.819
    : 413128781.0  2095  0.812
    : 413128783.0  2296  0.855
    : 413128936.0  2235  0.779
    : 413128937.0  2241  0.950
    : 413129170.0  2228  0.855
    : 413129174.0  2067  0.801
    : 413129211.0  3269  0.899
    Total number of 1 second bins: 7334
    Bins with >0 counts          : 5212
    Bins with >2000 counts       : 201
    201 of 201 high count rate bins were dominated by noise
    Noise dominated 2.74% of total time, 3.86% of detector on time (defined as non-zero counts)